Univalent holomorphic functions associated with the Bessel function based on subordination structure

Abstract

By considering the Bessel functions of the first kind of order ν and convolution structure, a new subclass of univalent holomorphic functions based of differential subordination is defined. Some geometric properties related to coefficient estimate, weighted mean, convolution preserving conditions and neighborhood concept are obtained.

Keywords

• univalent analytic function
• bessel function
• coefficient bound
• convolution
• neighborhood